Codice  QDD207 
Titolo  On conformally flat manifolds with constant positive scalar curvature 
Data  20150420 
Autore/i  Catino, G. 
Link  Download full text 
Abstract  We classify compact conformally flat ndimensional manifolds with constant positive scalar curvature and satisfying an optimal integral pinching condition: they are covered isometrically by either S^n with the round metric, S^1×S^{n1} with the product metric or S^1×S^{n1} with a rotationally symmetric Derdzinski metric. 
